MATH 110 Lecture Notes - Lecture 51: Marginal Revenue, Marginal Cost, Annual Percentage Rate
Document Summary
X = 1 to x = 1 eu dx ex/2. /2 dx x=1 x= 1 d = 1 u u=1/2 u= 1/2 u=1/2. 2 u= 1/2 e |2 u u= 1/2 e. Suppose the numbers x1 x2 . xn are chosen from n subintervals of a, ] 1 + f (x ) (x )]1/n (x )] x/(b. 2 f f (x ), (x ), , (x ) n is given by: + f (x ), (x ), , (x ) n f f f n. 2 x=2 u d = 2 x x2 + 4 dx. 2 (t)r t is the annual percentage rate ( t 6. [ b then b a above by y = f vertical lines (x) x = a. , respectively and x = b f (x) dx represents the area of the region bounded. Axis (x) on y = f y = g (x) (x) x x f.
